16. It is desired to determine if the means of two different processes differ. Data is in the Excel Spreadsheet. 16a) Perform a .05 level test for the 2-means assuming equal variances. (Enter Data Set 1 first. Your Test Statistic will be negative.) Ho: Ha: Test Statistic: (2-decimals)_ p-value: (3-decimals)_ Conclusion: Fail to Reject Ho Reject Ho 16b) Perform a .05 level test for the two means not assuming equal variances. Ho: Ha: Test Statistic: (2-decimals) p-value: (3-decimals)_ Conclusion: Fail to Reject Ho Reject Ho 16c) Perform a test for equal variances at the .05 level assuming normality. Ho: Ha: Test Statistic: (2-decimals)_ p-value: (3-decimals)_ Conclusion: Fail to Reject Ho Reject Ho 16d) What is your conclusion about a difference between the two means? Prob 16 Prob 16 Data Set 1 Data Set 2 1114.411661 1115.461828 1109.385521 1115.525489 1112.98285 1115.460868 1110.768567 1115.397243 1119.51895 1115.646678 1114.599945 1114.874728 1115.427087 1114.962706 1115.804623 1115.594073 1115.759015 1115.76955 1115.828361 1115.813192

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.3: Measures Of Spread
Problem 1GP
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16. It is desired to determine if the means of two different processes differ. Data is in the Excel Spreadsheet.
16a) Perform a .05 level test for the 2-means assuming equal variances. (Enter Data Set 1 first. Your Test Statistic
will be negative.)
Ho:
Ha:
Test Statistic: (2-decimals)_
p-value: (3-decimals)_
Conclusion:
Fail to Reject Ho
Reject Ho
16b) Perform a .05 level test for the two means not assuming equal variances.
Ho:
Ha:
Test Statistic: (2-decimals)
p-value: (3-decimals)_
Conclusion: Fail to Reject Ho
Reject Ho
16c) Perform a test for equal variances at the .05 level assuming normality.
Ho:
Ha:
Test Statistic: (2-decimals)_
p-value: (3-decimals)_
Conclusion:
Fail to Reject Ho
Reject Ho
16d) What is your conclusion about a difference between the two means?
Transcribed Image Text:16. It is desired to determine if the means of two different processes differ. Data is in the Excel Spreadsheet. 16a) Perform a .05 level test for the 2-means assuming equal variances. (Enter Data Set 1 first. Your Test Statistic will be negative.) Ho: Ha: Test Statistic: (2-decimals)_ p-value: (3-decimals)_ Conclusion: Fail to Reject Ho Reject Ho 16b) Perform a .05 level test for the two means not assuming equal variances. Ho: Ha: Test Statistic: (2-decimals) p-value: (3-decimals)_ Conclusion: Fail to Reject Ho Reject Ho 16c) Perform a test for equal variances at the .05 level assuming normality. Ho: Ha: Test Statistic: (2-decimals)_ p-value: (3-decimals)_ Conclusion: Fail to Reject Ho Reject Ho 16d) What is your conclusion about a difference between the two means?
Prob 16
Prob 16
Data Set 1
Data Set 2
1114.411661
1115.461828
1109.385521
1115.525489
1112.98285
1115.460868
1110.768567
1115.397243
1119.51895
1115.646678
1114.599945
1114.874728
1115.427087
1114.962706
1115.804623
1115.594073
1115.759015
1115.76955
1115.828361
1115.813192
Transcribed Image Text:Prob 16 Prob 16 Data Set 1 Data Set 2 1114.411661 1115.461828 1109.385521 1115.525489 1112.98285 1115.460868 1110.768567 1115.397243 1119.51895 1115.646678 1114.599945 1114.874728 1115.427087 1114.962706 1115.804623 1115.594073 1115.759015 1115.76955 1115.828361 1115.813192
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